Add to ORKGPseudorepresentations appear naturally when we talk about modular forms that are congruent to Eisenstein series. I'll talk about the difficulties that arise when defining "ordinary pseudo representation", and how to resolve these difficulties. I'll explain how the deformation theory of pseudorepresentations is related to cyclotomic Iwasawa theory and the geometry of the ordinary eigencurve. This is joint work with Carl Wang Erickson.Non UBCUnreviewedAuthor affiliation: UC Los AngelesPostdoctora
Let f be a cuspidal newform and let rho f : GQ → GL 2( O ) be its associated p-adic Galois rep...
AbstractWe define a general concept of pseudo algebras over theories and 2-theories. A more restrict...
where explicit reference to the results of others is made. Parts of this work (Chapter 7) were perfo...
Pseudorepresentations appear naturally when we talk about modular forms that are congruent to Eisen...
We prove, assuming Greenberg's conjecture, that the ordinary eigencurve is Gorenstein at an intersec...
AbstractThe deformation theory of Galois representations has been the subject of much research in th...
This volume introduces an entirely new pseudodifferential analysis on the line, the opposition of wh...
Given a property of representations satisfying a basic stability condition, Ramakrishna developed a ...
A mock modular form f+ is the holomorphic part of a harmonic Maass form f. The non-holomorphic part ...
Abstract The theory of Topological Modular Forms suggests the existence of deformation invariants fo...
The main results of this book combine pseudodifferential analysis with modular form and L-function t...
The theory of elliptic modular forms has gained significant momentum from the discovery of relaxed y...
2. Galois deformation rings 2 2.1. The Iwasawa algebra as a deformation ring 2 2.2. Pseudo represent...
AbstractThe deformation theory of Galois representations has been the subject of much research in th...
Let f be a cuspidal newform and let rho f : GQ → GL 2( O ) be its associated p-adic Galois rep...
Let f be a cuspidal newform and let rho f : GQ → GL 2( O ) be its associated p-adic Galois rep...
AbstractWe define a general concept of pseudo algebras over theories and 2-theories. A more restrict...
where explicit reference to the results of others is made. Parts of this work (Chapter 7) were perfo...
Pseudorepresentations appear naturally when we talk about modular forms that are congruent to Eisen...
We prove, assuming Greenberg's conjecture, that the ordinary eigencurve is Gorenstein at an intersec...
AbstractThe deformation theory of Galois representations has been the subject of much research in th...
This volume introduces an entirely new pseudodifferential analysis on the line, the opposition of wh...
Given a property of representations satisfying a basic stability condition, Ramakrishna developed a ...
A mock modular form f+ is the holomorphic part of a harmonic Maass form f. The non-holomorphic part ...
Abstract The theory of Topological Modular Forms suggests the existence of deformation invariants fo...
The main results of this book combine pseudodifferential analysis with modular form and L-function t...
The theory of elliptic modular forms has gained significant momentum from the discovery of relaxed y...
2. Galois deformation rings 2 2.1. The Iwasawa algebra as a deformation ring 2 2.2. Pseudo represent...
AbstractThe deformation theory of Galois representations has been the subject of much research in th...
Let f be a cuspidal newform and let rho f : GQ → GL 2( O ) be its associated p-adic Galois rep...
Let f be a cuspidal newform and let rho f : GQ → GL 2( O ) be its associated p-adic Galois rep...
AbstractWe define a general concept of pseudo algebras over theories and 2-theories. A more restrict...
where explicit reference to the results of others is made. Parts of this work (Chapter 7) were perfo...